
Combinatorial Mathematics, Optimal Designs, and Their Applications
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Content
- Front Cover
- Combinatorial Mathematics, Optimal Designs and Their Applications
- Copyright Page
- Contents
- Preface
- Chapter 1. Results and problems in Galois geometry
- Chapter 2. Combinatorial problems of experimental design II: Factorial designs
- Chapter 3. Partial ?-geometries of small nexus
- Chapter 4. A characterization of group-divisible designs and some related results
- Chapter 5. On permutation cliques
- Chapter 6. Some properties of perfect matroid designs
- Chapter 7. A combinatorial interpretation of the Seidel generation of Genocchi numbers
- Chapter 8. A survey of problems in combinatorial number theory
- Chapter 9. Residually-complete graphs
- Chapter 10. A combinatorial proof of Jacobi's identity
- Chapter 11. From Nim to Go
- Chapter 12. Configurations in a plane of order ten
- Chapter 13. Construction of optimal codes and optimal fractional factorial designs using linear programming
- Chapter 14. Combinatorial topology and the trade off method in BIB designs
- Chapter 15. Block designs with cyclic block structure
- Chapter 16. On restricted bases for finite fields
- Chapter 17. Partitioning of the minimum essential set construction problem
- Chapter 18. Optimal design theory in relation to combinatorial design
- Chapter 19. The asymptotic number of lattices
- Chapter 20. A new statistics on words
- Chapter 21. Some results on the existence of squares
- Chapter 22. Intersection graphs of k-uniform hypergraphs
- Chapter 23. On some enumeration problems in graph theory
- Chapter 24. Some remarks on amicable orthogonal designs
- Chapter 25. On the number of nonisomorphic designs in a repeated measurement experiment
- Chapter 26. Intersection theorems on structures
- Chapter 27. Enumeration and representation of nonisomorphic bipartite graphs
- Chapter 28. Decompositions of rational convex polytopes
- Chapter 29. Rotors in graph theory
- Chapter 30. Embedding graphs in the plane"algorithmic aspects
- Chapter 31. Hyperclaw decomposition of complete hypergraphs
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